Magnetic susceptibility tensor form

The second derivatives form the reduced magnetic susceptibility tensor tc with components... 

In addition to the temperature-independent diamagnetism, any substance possesses a temperature-independent paramagnetism. Both these components form the magnetic susceptibility tensor and their partitioning, like X = Xdia + Xtip. is somehow artificial better to speak about the underlying... 

The magnetic susceptibility tensor Xw is anisotropic. For a uniaxial material such as a nematic, the magnetic susceptibility takes the form... 

Here we have introduced three second-rank tensors, the rotational magnetic moment tensor T2(G) and the proton and fluorine screening tensors, T2(rotational magnetic moment and chemical shift (shielding) tensors, a further term which should be included in the Zeeman Hamiltonian describes the diamagnetic susceptibility. This term takes the form... 

In crystalline solids the magnetic susceptibility forms a tensor which is not necessarily symmetric. In the presence of axial symmetry two different susceptibility components are experimentally distinguishable Xu parallel, and Xi perpendicular to the field direction. If the symmetry is even lower, three components of the susceptibility tensor should be considered. 

Magnetic form factor for uranium (Frazer et al. (1965) and the contribution to spin-flip and non-spin-flip scattering for Q in the o -c -plane and H b from each component of the generalized susceptibility tensor ... 

The diamagnetic susceptibility of a liquid crystal is anisotropic. This is a result of shape anisotropy in the molecules that form the liquid crystal. In a uniaxial phase, the susceptibility tensor has two principal components, X and x 5 the susceptibilities per unit volume along and perpendicular to no, respectively. If Ax = X X >0, the director will align along the magnetic field B The presence of a magnetic field leads to an additional term in / [6.28],... 

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